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advanced_tools:connections [2017/11/15 09:33]
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advanced_tools:connections [2025/01/11 17:09] (current)
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-====== Connections ======+Just like you got this message, we can submit your message to millions of contact forms.
  
-<tabbox Why is it interesting?+Looking for cost-effective clients/​visitors/​leads? 
 +We specialize in delivering your messages directly through business contact forms, ensuring your message lands in the right inboxes.
  
-<​blockquote>​Our interest in connections was originally motivated (in +Start reaching 100M potential customers todayall starting from just $22 only!
-Chapter 0) by the suggestion that such a structure would provide the unique +
-path lifting procedure whereby one might keep track of the evolution of a +
-particle’s internal state (e.g.phase) as it traverses the field established by +
-some other particle (e.g., the electromagnetic field of a magnetic monopole). +
-<​cite>​Topology,​ Geometry and Gauge Fields: Foundations by Naber</​cite></​blockquote>​+
  
-<tabbox Layman> ​+We’ll send your message to connect with millions of website owners/​managers,​ that is your potential customers, driving quality traffic and leads to your site. 
 +Our solution ensures your message is delivered directly, starting at just USD22.
  
-<note tip> +Let’s strengthen brand awareness together! 
-Explanations in this section should contain no formulas, but instead colloquial things like you would hear them during a coffee break or at a cocktail party. +Need more brand visibility?
-</​note>​ +
-   +
-<tabbox Student> ​+
  
-<note tip> +Pricing: 
-In this section things should be explained by analogy and with pictures and, if necessary, some formulas. +Starting from just $22.
-</​note>​ +
-  +
-<tabbox Researcher> ​+
  
-<note tip> +++++ Check out: https://bit.ly/messagesinbulk
-The motto in this section is: //the higher the level of abstraction,​ the better//. +
-</note>+
  
-  ​ 
-<tabbox Examples> ​ 
  
---> Example1# 
  
-  
-<-- 
  
---> Example2:# 
- 
-  
-<-- 
- 
-<tabbox FAQ> ​ 
-  ​ 
-<tabbox History> ​ 
- 
-<​blockquote>​The historical evolution of our definition of the curvature form 
-from more familiar notions of curvature (e.g., for curves and surfaces) is not 
-easily related in a few words. Happily, Volume II of [Sp2] is a leisurely and 
-entertaining account of this very story which we heartily recommend to the 
-reader in search of motivation. 
-<​cite>​Topology,​ Geometry and Gauge Fields: Foundations by Naber</​cite>​ 
-</​blockquote>​ 
-[Sp2] is Spivak, M., A Comprehensive Introduction to Differential Geometry, Volumes I–V, Publish or Perish, Inc., Boston, 1979. 
-</​tabbox>​ 
  
 +If you wish to stop getting subsequent messages from us, simply use https://​bit.ly/​getdelisted
  
advanced_tools/connections.1510734828.txt.gz · Last modified: 2017/12/04 08:01 (external edit)